1 - Beginnings
3 - Hello World
4 - More On GPIO
5 - Interrupts
7 - Timers
10 - Buttons and Bouncing
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Today, pretty much everyone has a CPU, a DSP and a GPU, buried somewhere in their PC, phone, car, etc. Most don't know or care that they bought any of these, but they did.
Will everyone, at some future point, also buy an FPGA? The market size of FPGAs today is about 1% of the annual global semiconductor sales (~$3B vs ~$300B). Will FPGA eventually become a must-have, or will its volume remain relatively low?
We'll try to answer this question below. In order to see how popular FPGAs could become, we'll need to discuss what FPGAs are. FPGAs are a programmable platform, but one designed by EEs for EEs rather than for programmers. So for many programmers, FPGAs are exciting yet mysterious; I hope our discussion will help demystify them.
We'll start with a common explanation of FPGAs' relatively low popularity. We'll see why that explanation is wrong - and why, if we take a closer look, we actually come to expect FPGAs to blow the competition out of the water!
This will conclude today's installment, "Why you'll buy an FPGA". A sequel is in the making, titled "Why you won't buy an FPGA". There, we'll see some of the major obstacles standing between FPGAs and world domination.
The oft-repeated wrong answer
…to the question of "why aren't FPGAs more popular?" is, "FPGA is a poor man's alternative to making chips. You can implement any circuit design in an FPGA, but less efficiently than you could in an ASIC or a custom design. So it's great for prototyping, and for low-volume products where you can't afford to make your own chips. But it makes no sense for the highest-volume devices - which happen to add up to 99% of sales, leaving 1% to FPGAs."
This is wrong because programmability is a feature, not just a tax on efficiency.
Of course a Verilog program doing convolution on an FPGA would run faster if you made a chip that runs just that program. But you typically don't want to do this, even for the highest-volume products, any more than you want to convert your C programs running on CPUs into dedicated hardware! Because you want to change your code, run other programs, etc. etc.
When programmability is required - which is extremely often - then the right thing to compare FPGAs to is another programmable platform: a DSP, a GPU, etc. And, just like FPGAs, all of these necessarily introduce some overhead for programmability. So we can no longer assume, a priori, that any one option is more efficient than another - as we did when comparing FPGAs to single-purpose ASICs.
We need benchmarks - and FPGAs' performance appears very competitive in some benchmarks. Here's what BDTI's report from 2007 says:
…we estimated that high-end FPGAs implementing demanding DSP applications … consume on the order of 10 watts, while high-end DSPs consume roughly 2-3 watts. Our benchmark results have shown that high-end FPGAs can support roughly 10 to 100 times more channels on this benchmark than high-end DSPs…
So for that benchmark, FPGAs offer 10x-100x the runtime performance, and 2x-30x the energy efficiency of DSPs - quite impressive!
But wait - how are they so efficient?
FPGAs are no longer FPGAs
Aren't FPGAs Field-Programmable Gate Arrays?
Programmable gate arrays can't multiply as efficiently as dedicated multipliers, can they? A dedicated multiplier is a bunch of gates connected with wires - the specific gates that you need for multiplying, connected specifically to the right other gates as required for multiplication.
A programmable gate array is when your gates are generic. They index into a truth table (called a look-up table or LUT) with their inputs, and fetch the answer. With a 2-input LUT, you get an OR gate or an AND gate or whatever, depending on the truth table you programmed. With 3-input LUTs, you can have a single gate computing, say, (a&b)|c, but the principle is the same:
This absolutely must be bigger and slower than just an OR gate or an AND gate!
Likewise, wires go through programmable switch boxes, which connect wires as instructed by programmable bits:
There are several switch box topologies determining which wires can be connected to which. But whatever the topology, this must be bigger and slower than wires going directly to the right gates.
All this is indeed true, and a "bare" FPGA having nothing but programmable gates and routers cannot compete with a DSP. However, today's FPGAs come with DSP slices - specialized hardware blocks placed amidst the gates and routers, which do things like multiply-accumulate in "hard", dedicated gates.
So that's how FPGAs compete with DSPs - they have DSP hardware in them! Cheating, isn't it?
Well, yes and no.
It's "cheating" in the sense that FPGAs aren't really FPGAs any more - instead, they're arrays of programmable gates plus all that other stuff. A "true FPGA" would look like this:
Instead, a high-end modern FPGA looks like this:
To be competitive in DSP applications, FPGAs need DSP slices - ALUs doing things like multiply-accumulates.
To be competitive in applications needing a CPU - which is most of them - today's FPGAs have more than just specialized ALUs. They have full-blown ARM cores implemented using "hard", non-programmable gates!
So you've been "cheated" if you thought of FPGAs as "clean slates" suitable for any design. In reality, FPGAs have specialized hardware to make them competitive in specific areas.
And you can sometimes guess where they're less competitive by observing which specializations they lack. For instance, there are no "GPU slices", and indeed I don't believe FPGAs can compete with GPUs in their own domain as they compete with DSPs. (Why not simply add GPU slices then? Here the plot thickens, as we'll see in the follow-up article.)
But of course having DSP slices is more than just "cheating" - because look at just how many DSP slices FPGAs have. The cheapest FPGAs can do hundreds of mutliply-accumulates simultaneously! (My drawing above has the wrong scale - imagine hundreds of small DSP slices near a couple of much larger CPUs.)
And hundreds of MACs is a big deal, because while anyone can cram a load of multipliers into a chip, the hard part is to connect it all together, letting a meaningful program actually use these multipliers in parallel.
For instance, TI's C64 DSPs can do 8 MACs per cycle - but only if it's a dot product. TI's C66 DSPs can do 32 MACs/cycle - but only if you're multiplying complex numbers. You only get the highest throughput for very specific data flows.
To the extent that the FPGA architecture lets you actually use an order of magnitude more resources at a time, and do that in more real-life examples, it is a rather unique achievement. And this is how they actually beat dedicated DSPs with their DSP slices, not just reach the same performance.
FPGA as a programmable accelerator architecture
So what makes FPGAs such an efficient architecture? There's no simple answer, but here are some things that FPGAs can use to their advantage:
This "distributed" business is easier to appreciate by looking at an example. Here's a schematic implementation of a 1D convolution on an FPGA - you convolve a long vector v with an N-coefficient filter f, computing, at every i, f0*v[i] + f1*v[i-1] + f2*v[i-2] + … + fN-1*v[i-N-1]:
In this drawing, N=8, but it scales easily to arbitrary N, producing results at a slightly larger latency - the summation tree depth being log(N).
The orange boxes are registers; commands like + and * are stored in registers, as are inputs and outputs. (I'm feeding the output of * to + directly without going through a register to save screen space.) Every clock cycle, inputs are fed to ALUs, and the outputs become the new register values.
Orange boxes (registers) spread amongst green boxes (ALUs) illustrate "distributed operand and command routing". If you wonder how it all looks like in code, Verilog source code corresponding to this drawing appears near the end of the article.
And here's a linear pipeline without a summation tree:
This is a little trickier, at least to me (I had a bug in my first drawing, hopefully it's fixed). The idea is, every pair of ALUs computes a product of fk with v[i-k], adds it to the partial sum accumulated thus far, and sends the updated partial sum downstream to the next pair of ALUs.
The trick is this. The elements of v are also moving downstream, together with the sums. But after v[i] got multiplied by f0, you don't want to multiply it by f1 in the next cycle. Instead, you want to multiply v[i-1] by f1 - that's the product that we need for the convolution at index i. And then you do want to multiply v[i] by f1 once cycle later - for the convolution at index i+1. I hope that my sampling of v[i] to an intermediate register, which delays its downstream motion, does the trick.
So these two examples show how FPGA programming is different from programming most kinds of processors - and how it can be more efficient. More efficient, because you can use a lot of ALUs simultaneously with little overhead spent on dispatching commands and moving inputs and outputs between ALUs. An argument can be made that:
This gives us a new perspective on LUTs and switch boxes. Yes, they can be an inefficient, cheaper-to-manufacture alternative to dedicated gates and wires. But they are also a mechanism for utilizing the "hard" components spread in between them - sometimes better than any other mechanism.
And this is how FPGAs beating DSPs with the help of DSP slices isn't "cheating". (In fact, mature DSPs "cheat" much more by having ugly, specialized instructions. Far more specialized than FPGAs' multiply-accumulate, dot product instructions being among the least ugly. And the reason they need such instructions is they don't have the flexibility of FPGAs, so what FPGAs effectively do in software, they must do in hardware in order to optimize very specific data flows.)
But wait - there's more! In addition to being a hardware prototyping platform and an accelerator architecture, FPGAs are also uniquely suited for software-defined I/O.
"Software-defined I/O" is the opposite of "hardware-defined I/O" - the common state of things, where you have, for instance, an Ethernet controller implementing some share of TCP or UDP in hardware. Software-defined I/O is when you have some programmable hardware instead of dedicated hardware, and you implement the protocols in software.
What makes FPGAs good at software-defined I/O?
The upshot is that relatively few processors other than FPGAs are suitable for software-defined I/O. The heavily multi-threaded XMOS is claimed to be one exception. Then there are communication processors such as the hardware-threaded Qualcomm Hexagon DSP and the CEVA-XC DSPs. But these are fairly specialized; you couldn't use them to implement a memory controller or an LVDS-to-parallel video bridge, both of which you could do with an FPGA.
And of course, FPGA's I/O capabilities can be combined with computation acceleration - get pixels and enhance the image color on the fly, get IP packets with stock info and decide which stocks to trade on the fly.
Programmable, efficient, and versatile, FPGAs are starting to sound like a great delivery platform.
There are several points that I tried to make. Some are well-known truisms, and others are my own way of looking at things, which others might find debatable or at least unusually put.
With all these advantages, why just 1% of the global semiconductor sales? One reasonable answer is that it took FPGAs a long time to evolve into their current state. Things FPGAs have today that they didn't have in the past include:
All of these things cater to programmers as much or more than they cater to circuit designers. This shows that FPGAs are gunning for a position in the large-scale software delivery market, outside their traditional small-scale circuit implementation niche. (Marketing material by FPGA vendors confirms their intentions more directly.)
So from this angle, FPGAs evolved from a circuit implementation platform into a software delivery platform. Being a strong programmable architecture, they're expected to rise greatly in popularity, and, like other programmable architectures, end up everywhere.
As a teaser for the sequel, I'll conclude with some questions which our discussion left unanswered.
Why do FPGAs have DSP slices and full-blown "hard" CPUs? Why not the other way around - full-blown DSP cores, and some sort of smaller "CPU slices"? Where are the GPU slices? And if rationing individual gates, flip-flops and picoseconds instead of full ALUs, registers and clock cycles is so great, why doesn't everyone else do it? Why do they all break up resources into those larger chunks and only give software control over that?
Stay tuned for the sequel - "How FPGAs work, and why you won't buy one".
P.S. Programmable - how?
So how do you program the programmable gate array? Talk is cheap, and so are Microsoft Paint drawings. Show me the code!
The native programming interface is a hardware description language like Verilog. Here's an implementation of the tree-like convolution pipeline in Verilog - first the drawing and then the code:
module conv8(clk, in_v, out_conv); //inputs & outputs: input clk; //clock input [7:0] in_v; //1 8-bit vector element output reg [18:0] out_conv; //1 19-bit result //internal state: reg [7:0] f[0:7]; //8 8-bit coefficients reg [7:0] v[0:7]; //8 8-bit vector elements reg [15:0] prod[0:7]; //8 16-bit products reg [16:0] sum0[0:3]; //4 17-bit level 0 sums reg [17:0] sum1[0:1]; //2 18-bit level 1 sums integer i; //index for loops unrolled at compile time always @(posedge clk) begin //when clk goes from 0 to 1 v <= in_v; for(i=1; i<8; i=i+1) v[i] <= v[i-1]; for(i=0; i<8; i=i+1) prod[i] <= f[i] * v[i]; for(i=0; i<4; i=i+1) sum0[i] <= prod[i*2] + prod[i*2+1]; for(i=0; i<2; i=i+1) sum1[i] <= sum0[i*2] + sum0[i*2+1]; out_conv <= sum1 + sum1; end endmodule
This example shows how "distributed routing" actually looks in code - and the fine-grained control over resources, defining things like 17-bit registers.
And it's fairly readable, isn't it? Definitely prettier than a SIMD program spelled with intrinsics - and more portable (you can target FPGAs by different vendors as well as an ASIC implementation using the same source code; it's not trivial, but not hopeless unlike with SIMD intrinsics, and probably not harder than writing actually portable OpenCL kernels.)
Incidentally, Verilog is perhaps the quintessential object-oriented language - everything is an object, as in a physical object: a register, a wire, a gate, or a collection of simpler objects. A module is like a class, except you can't create objects (called instantiations) dynamically - all objects are known at compile time and mapped to physical resources.
Verilog insists on encapsulation as strictly as it possibly could: there's simply no way to set an object's internal state. Because how could you affect that state, physically, without a wire going in? Actually, there is a way to do that - the usual instance.member syntax; hardware hackers call this "an antenna", because it's "wireless" communication with the object's innards. But it doesn't synthesize - that is, you can do it in a simulation, but not in an actual circuit.
Which means that our example module is busted, because we can't initialize the filter coefficients, f. In simulations, we can use antennas. But on an FPGA, we'd need to add, say, an init_f input, and then when it's set to 1, we could read the coefficients from the same port we normally use to read v's elements. (BTW, not that it adds much efficiency here, but the "if" test below is an example of an operation taking less than a cycle.)
always @(posedge clk) begin if(init_f) begin f <= in_v; for(i=1; i<8; i=i+1) f[i] <= f[i-1]; end end
A triumph of encapsulation, it's also a bit of a pity, because there are now actual wires and some control logic sitting near our coefficient registers, enlarging the circuit, only to be used upon initialization. We're used to class constructors "burning" a few memory bits; who cares - the bits are quickly swapped out from the instruction cache, so you haven't wasted resources of your computational core. But Verilog module initialization "burns" LUTs and wires, and it's not nearly as easy to reuse them for something else. We'll elaborate on this point in the upcoming sequel.
Not only is Verilog object-oriented, but it's also the quintessential language for event-driven programming: things are either entirely static (these here bits go into this OR gate), or triggered by events (changes of signals, very commonly a clock signal which oscillates between 0 and 1 at some frequency). "always @(event-list)" is how you say what events should cause your statements to execute.
Finally, Verilog is a parallel language. The "static" processes, like bits going into OR gates, as well as "event-driven processes", like statements executing when the clock goes from 0 to 1, all happen in parallel. Within a list of statements, "A <= B; C <= A;" are non-blocking assignments. They happen in parallel, so that A is assigned the value of B, and C is simultaneously assigned the (old) value of A.
So, for example, prod[i]<=f[i]*v[i] sets the new value of prod, and in parallel, sums are computed from the old values of prod, making it a pipeline and not a serial computation. (Alternatively, we could use blocking assignments, "=" instead of "<=", to do it all serially. But then it would take more time to execute our series of statements, lowering our frequency, as clk couldn't switch from 0 to 1 again until the whole serial thing completes. Synthesis tools tell you the maximal frequency of your design when they're done compiling it.)
On top of its object-oriented, event-based, parallel core, Verilog delivers a ton of sweet, sweet syntactic sugar. You can write + and * instead of having to instantiate modules with "adder myadd(a,b)" or "multiplier mymul(a,b)" - though + and * are ultimately compiled down to module instances (on FPGAs, these are often DSP slice instances). You can use if statements and array indexing operators instead of instantiating multiplexors. And you can write loops to be unrolled by the compiler, generate instantiations using loop syntax, parameterize your designs so that constants can be configured by whoever instantiates them, etc. etc.
If all this doesn't excite you and you'd rather program in C, you can, sort of. There's been loads of "high-level synthesis tools" - basically C to Verilog compilers - and their quality increased over the years.
You'd be using a weird C dialect - no function pointers or recursion, extensions to specify the exact number of bits in your integers, etc. You'd have to use various #pragmas to guide the compilation process. And you'd have things like array[index++] not actually working with a memory array - and index++ not actually doing anything - because you're getting values, not from memory, but from a FIFO, or directly from the output of another module (just like in_v in our Verilog code doesn't have to come from memory, and out_conv doesn't have to go to memory.)
But you can use C, sort of - or Verilog, for real. Either way, you can write fairly readable FPGA programs.
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